- A. M. Vershik, B. B. Shoikhet, “Graded Lie algebras whose Cartan subalgebra is the algebra of polynomials in one variable”, Theor Math Phys, 123, № 2, 2000, 701
- Jean Avan, Antal Jevicki, “Interacting theory of collective and topological fields in 2 dimensions”, Nuclear Physics B, 397, № 3, 1993, 672
- Carlos Castro, “geometry from Fedosov's deformation quantization”, Journal of Geometry and Physics, 33, № 1-2, 2000, 173
- I.A.B. Strachan, “The Moyal algebra and integrable deformations of the self-dual Einstein equations”, Physics Letters B, 283, № 1-2, 1992, 63
- Ioannis Bakas, “Renormalization group flows and continual Lie algebras”, J. High Energy Phys., 2003, № 08, 2003, 013
- 10, Lectures on Integrable Systems, 1992, 57
- Alexander Zuevsky, “Hopf Algebra Structure of Continual Virasoro Algebra Deformations”, J. Phys.: Conf. Ser., 411, 2013, 012031
- I. Bakas, “Ricci flows and infinite dimensional algebras”, Fortschritte der Physik, 52, № 6-7, 2004, 464
- D. B. Fairlie, P. Fletcher, C. K. Zachos, “Infinite-dimensional algebras and a trigonometric basis for the classical Lie algebras”, Journal of Mathematical Physics, 31, № 5, 1990, 1088
- Paul Fletcher, “The uniqueness of the Moyal algebra”, Physics Letters B, 248, № 3-4, 1990, 323